For those of you who are not math teachers, the transitive
property says the following:
- If I find value in following @trescolumnae and he finds value in following @ThinkThankThunk, then I will find value in following @ThinkThankThunk
- If I find value in reading what @PontusHiort tweets and he finds value in writing a blog, then I will find value in reading @PontusHiort’s blog
In today's busy world, the attraction of 140 characters is that you can weed through which sound bites appeal to you. I often find that I don't have time to read the entire post or watch the video in full when I first see the tweet. Therefore, I favorite the sound bites that I think might be helpful or interesting. Later (often on the weekend) when I have a larger chunk of time, I follow up on them. This includes reading articles and blogs, trying out various apps, and following up with reactions and questions (either via Twitter or comments depending on the number of characters needed). The great thing is that this leads to more social media math – the symmetric property of Twitter...
- If I contribute helpful ideas, links, resources, and feedback to the users that I follow, then the users that I follow will contribute helpful ideas, links, resources, and feedback to me
- If I like Bradley Cooper, then Bradley Cooper likes me.
My love life would be so much easier!
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